本文主要研究内容
作者（2019）在《Well-posedness and generalized metric subregularity with respect to an admissible function》一文中研究指出：In the framework of complete metric spaces, this paper provides several suffcient conditions for the well-posedness with respect to an admissible function, which improves some known results on error bounds. As applications, we consider the generalized metric subregularity of a closed multifunction between two complete metric spaces with respect to an admissible function φ. Even in the special case when φ(t) = t, our results improve(or supplement) some results on error bounds in the literature.
Abstract
In the framework of complete metric spaces, this paper provides several suffcient conditions for the well-posedness with respect to an admissible function, which improves some known results on error bounds. As applications, we consider the generalized metric subregularity of a closed multifunction between two complete metric spaces with respect to an admissible function φ. Even in the special case when φ(t) = t, our results improve(or supplement) some results on error bounds in the literature.
论文参考文献
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论文详细介绍
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：Well-posedness and generalized metric subregularity with respect to an admissible function论文
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